3) The potential energy of a 10 g mass is given as a function of its position b U (x) = (5 J) e²/(1 cm) + (2J) e−3x/(1 cm). a) Find the equilibrium position xeq. b) For small displacements around x = xeq, find the period of oscillations.
3) The potential energy of a 10 g mass is given as a function of its position b U (x) = (5 J) e²/(1 cm) + (2J) e−3x/(1 cm). a) Find the equilibrium position xeq. b) For small displacements around x = xeq, find the period of oscillations.
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Transcribed Image Text:3) The potential energy of a 10 g mass is given as a function of its position by
U (x) = (5 J) eª/(1 cm) + (2 J) e−3x/(1 cm)
a) Find the equilibrium position xeq.
b) For small displacements around x =
Xeq,
find the period of oscillations.
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